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The purpose of finding the opposite of a number is to find its absolute value. This is how much less or greater it is than zero and how much it needs to return to zero.

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Q: The opposite of any number is?
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What is the opposite of any number The opposite of any number?

When x is not zero, it can be (x + 1/x).


Does every number have an opposite?

It depends on what you mean by an opposite. Every real number has an additive opposite but 0 does not have a multiplicative opposite.


What is the opposite of any integer?

The additive opposite of the additive opposite is the number itself. The multiplicative opposite of the multiplicative opposite is the number itself, unless the number was 0, in which case the first opposite is not defined.


The opposite of any whole number is not a whole number?

What exactly do you mean when you say "the opposite of a whole number" . . .


How do you write a equation for the opposite of a number is -9?

Call your number any variable, for example x. Then: "A number": x "The opposite of a number": -x "Is": the equal sign. "The opposite of a number is -9": -x = -9


Can a positive have an opposite?

Any positive numbers opposite is the same number just as a negative.


What is the opposite of a real number?

An imaginary number such as the square root of any negative number.


What is the sum of any rational number and its opposite explain?

If the opposite is meant to be the additive opposite and not the multiplicative opposite, then their sum is zero. The reason is that is what defines an additive opposite!


What is the counterexamples of the opposite of any number is always positive?

The [multiplicative] opposite of -2 is -0.5, which is negative.


What is the answer to any number plus its opposite?

0 as the opposite of 3 is -3. 3+ (-3) = 0


Which property tells you that the sum of any number and it's opposite number?

Additive inverse. For any number, a, there exists a number, -a, so that a + (-a) = 0.


What is the definition for opposite vertices?

Opposite vertices are two vertices of any polygon with an even number of sides that have the same number of sides between them.